The point (2,1) , translated parallel to the line `x-y=3` by the distance of 4 units. If this new position `A'` is in the third quadrant, then the coordinates of `A'` are-

The point (2,1), translated parallel to the line x-y=3 by the distance of 4 units.If this new position A' is the third quadrant,then the coordinates of A' are-

The point A(2,1) is translated parallel to the line x-y=3 by a distance of 4 units. If the new position A ' is in the third quadrant, then the coordinates of A ' are (A) (2+2sqrt(2),1+2sqrt(2) (B) (-2+sqrt(2),-1-2sqrt(2)) (C) (2-2sqrt(2) , 1-2sqrt(2)) (D) none of these

The point A(2,1) is translated parallel to the line x-y=3 by a distance of 4 units. If the new position A ' is in the third quadrant, then the coordinates of A ' are (A) (2+2sqrt(2),1+2sqrt(2)) (B) (-2+sqrt(2),-1-2sqrt(2)) (C) (2-2sqrt(2) , 1-2sqrt(2)) (D) none of these

The point A(2,1) is translated parallel to the line x-y=3 by a distance of 4 units.If the new position A' is in the third quadrant,then the coordinates of A' are (A) (2+2sqrt(2),1+2sqrt(2)(B)(-2+sqrt(2),-1-2sqrt(2))(C)(2-2sqrt(2)1-2sqrt(2))(D) none of these

The point (2,1) is translated parallel to the line L: x-y=4 by 2sqrt(3)units. If the new point Q lies in the third quadrant, then the equation of the line passing through Q and perpendicular to L is

The point (2,1) is translated parallel to the line L: x-y=4 by 2sqrt(3) units. If the new point Q lies in the third quadrant, then the equation of the line passing through Q and perpendicular to L is

The point (2,1) is translated parallel to the line L: x-y=4 by 2sqrt(3) units. If the new point Q lies in the third quadrant, then the equation of the line passing through Q and perpendicular to L is

A line parallel to the straight line 3x-4y-2=0 and at a distance of 4 units from it is